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Contract based Design of Symbolic Controllers for Vehicle Platooning 基于契约的车辆队列符号控制器设计
Adnane Saoud, A. Girard, L. Fribourg
In this work, we present an application of symbolic control and contract based design techniques to vehicle platooning. We use a compositional approach based on continuous-time assume-guarantee contracts. Each vehicle in the platoon is assigned an assume-guarantee contract; and a controller is synthesized using symbolic control to enforce the satisfaction of this contract. The assume-guarantee framework makes it possible to deal with different types of vehicles and asynchronous controllers (i.e controllers with different sampling periods). Numerical results illustrate the effectiveness of the approach.
在这项工作中,我们提出了符号控制和基于契约的设计技术在车辆队列中的应用。我们使用基于连续时间假设-担保合同的组合方法。车队中的每辆车都被分配了一份担保合同;并利用符号控制方法合成了一个控制器来实现该契约的满足。假设-保证框架使得处理不同类型的车辆和异步控制器(即具有不同采样周期的控制器)成为可能。数值结果表明了该方法的有效性。
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引用次数: 8
Session details: Temporal Logic and its Applications 会话细节:时间逻辑和它的应用
N. Ozay
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引用次数: 0
Recent Results in State Estimation of Dynamical Systems with Inputs under Bandwidth Constraints 带带宽约束输入的动力系统状态估计研究进展
Hussein Sibai, S. Mitra
Finding the minimal bit rate needed for state estimation of a dynamical system is a fundamental problem in control theory. We present two notions of topological entropy, one to lower bound the bit rate needed to estimate the state of a nonlinear dynamical system, with unknown bounded inputs, up to a constant error ε. The other is to do the same but to estimate the state of a switched system with unknown switching signal up to an error that is bounded by ε for τ seconds after each switch and then decays exponentially at a rate of α till the next switch. Since computation of entropy is hard in general, we present upper bounds on both notions of entropy. Finally, we present preliminary results on the relation between the two notions. Note that most of the ideas presented in this abstract are from our papers [4] and [5].
寻找动态系统状态估计所需的最小比特率是控制理论中的一个基本问题。我们提出了拓扑熵的两个概念,一个是将具有未知有界输入的非线性动力系统的状态估计所需的比特率下界,直到一个常数误差ε。另一种方法是做同样的事情,但要估计具有未知开关信号的开关系统的状态,该开关信号的误差在每次开关后τ秒内以ε为界,然后以α的速率呈指数衰减,直到下一次开关。由于熵的计算通常是困难的,我们给出了熵的两个概念的上界。最后,我们给出了这两个概念之间关系的初步结果。请注意,本摘要中提出的大部分观点来自我们的论文[4]和[5]。
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引用次数: 1
Graphical Modeling of Hybrid Dynamics with Simulink and Stateflow 基于Simulink和statflow的混合动力图形化建模
A. Rajhans, S. Avadhanula, A. Chutinan, P. Mosterman, Fu Zhang
Simulink and Stateflow are tools for Model-Based Design that support a variety of mechanisms for modeling hybrid dynamics. Each of these tools has different strengths. In this paper, a new modeling construct is presented that combines these strengths to enable graphical modeling of hybrid dynamics within a single Stateflow chart. A new type of Stateflow state that acts as a Simulink subsystem is developed to facilitate graphical modeling of continuous dynamics using Simulink blocks inside Stateflow. Remote textual and graphical state access using new state-accessor blocks enables continuous states to be used in transition guards and reset actions. Key features of this new formalism are illustrated using various examples with hybrid dynamics.
Simulink和Stateflow是基于模型的设计工具,支持多种混合动力学建模机制。每种工具都有不同的优势。在本文中,提出了一种新的建模结构,它结合了这些优点,从而能够在单个状态流图中对混合动力学进行图形化建模。开发了一种新型的Stateflow状态作为Simulink子系统,以方便使用Stateflow内部的Simulink块对连续动态进行图形化建模。使用新的状态访问器块进行远程文本和图形状态访问,可以在转换保护和重置操作中使用连续状态。使用混合动力学的各种例子说明了这种新形式的主要特征。
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引用次数: 13
Session details: Stochastic Systems 会议细节:随机系统
P. Prabhakar
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引用次数: 0
Model Checking Bounded Continuous-time Extended Linear Duration Invariants 有界连续时间扩展线性持续不变量的模型检验
Jie An, N. Zhan, Xiaoshan Li, Miaomiao Zhang, W. Yi
Extended Linear Duration Invariants (ELDI), an important subset of Duration Calculus, extends well-studied Linear Duration Invariants with logical connectives and the chop modality. It is known that the model checking problem of ELDI is undecidable with both the standard continuous-time and discrete-time semantics [12, 13], but it turns out to be decidable if only bounded execution fragments of timed automata are concerned in the context of the discrete-time semantics [36]. In this paper, we prove that this problem is still decidable in the continuous-time semantics, although it is well-known that model-checking Duration Calculus with the continuous-time semantics is much more complicated than the one with the discrete-time semantics. This is achieved by reduction to the validity of Quantified Linear Real Arithmetic (QLRA). Some examples are provided to illustrate the efficiency of our approach.
扩展线性持续时间不变量(ELDI)是持续时间演算的一个重要子集,它利用逻辑连接词和斩模态扩展了已有研究的线性持续时间不变量。已知ELDI的模型检验问题在标准连续时间和离散时间语义下都是不可判定的[12,13],但在离散时间语义[36]下,如果只考虑时间自动机的有界执行片段,则模型检验问题是可判定的。本文证明了该问题在连续时间语义下仍然是可决定的,尽管众所周知,连续时间语义下的模型检查持续演算要比离散时间语义下的模型检查持续演算复杂得多。这是通过降低量化线性实算法(QLRA)的有效性来实现的。提供了一些例子来说明我们的方法的有效性。
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引用次数: 5
Compositional Synthesis of Interconnected Stochastic Control Systems based on Finite MDPs 基于有限mdp的互联随机控制系统的组合综合
Abolfazl Lavaei, S. Soudjani, Majid Zamani
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引用次数: 1
State Estimation of Dynamical Systems with Unknown Inputs: Entropy and Bit Rates 未知输入动态系统的状态估计:熵和比特率
Hussein Sibai, S. Mitra
Finding the minimal bit rate needed for state estimation of a dynamical system is a fundamental problem in control theory. In this paper, we present a notion of topological entropy, to lower bound the bit rate needed to estimate the state of a nonlinear dynamical system, with unknown bounded inputs, up to a constant error ε. Since the actual value of this entropy is hard to compute in general, we compute an upper bound. We show that as the bound on the input decreases, we recover a previously known bound on estimation entropy - a similar notion of entropy - for nonlinear systems without inputs [10]. For the sake of computing the bound, we present an algorithm that, given sampled and quantized measurements from a trajectory and an input signal up to a time bound T > 0, constructs a function that approximates the trajectory up to an ε error up to time T. We show that this algorithm can also be used for state estimation if the input signal can indeed be sensed in addition to the state. Finally, we present an improved bound on entropy for systems with linear inputs.
寻找动态系统状态估计所需的最小比特率是控制理论中的一个基本问题。在本文中,我们提出了拓扑熵的概念,以降低估计具有未知有界输入的非线性动力系统状态所需的比特率,直到常数误差ε。由于这个熵的实际值通常很难计算,所以我们计算一个上限。我们表明,随着输入的边界减小,对于没有输入的非线性系统,我们恢复了先前已知的估计熵的边界——一个类似熵的概念[10]。为了计算边界,我们提出了一种算法,该算法给出了从轨迹和输入信号到时间界限T > 0的采样和量化测量,构造了一个函数,该函数近似轨迹到时间T的ε误差。我们表明,如果除了状态之外,输入信号确实可以被感知,那么该算法也可以用于状态估计。最后,我们给出了一个改进的线性输入系统的熵界。
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引用次数: 10
Session details: Modeling and Verification 会话细节:建模和验证
D. Ničković
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引用次数: 0
Improving validated computation of Viability Kernels 改进生存核的验证计算
Benjamin Martin, Olivier Mullier
The study of viability kernels can be of critical importance for the verification of control systems. A viability kernel over a set of safe states is the set of initial states for which the trajectory can be controlled so as to stay within the safe set for an indefinite amount of time. This paper investigates improvements of the rigorous method from Monnet et al. [19, 20]. This method computes an inner-approximation of the viability kernel of a continuous time control system using methods based on interval analysis. It consists of two phases: first an initial inner-approximation of the viability kernel is computed via Lyapunov-like functions; second the initial inner-approximation is improved by finding other states that can reach the inner-approximation, without exiting the safe set, using validated numerical integration. Among the improvements, we discuss an approach inspired by an interval method using barrier functions for computing a good initial inner-approximation of the viability kernel, easing the improvement phase.
生存核的研究对于控制系统的验证具有至关重要的意义。一组安全状态上的生存核是一组初始状态,在这些初始状态下,轨迹可以被控制,从而在一段不确定的时间内保持在安全集中。本文研究了Monnet等人[19,20]对严格方法的改进。该方法利用区间分析方法计算连续时间控制系统生存核的内逼近。它由两个阶段组成:首先,通过类李雅普诺夫函数计算生存核的初始内逼近;其次,通过使用经过验证的数值积分,在不退出安全集的情况下,找到可以达到内逼近的其他状态,从而改进初始内逼近。在改进中,我们讨论了一种受区间方法启发的方法,该方法使用屏障函数来计算生存核的良好初始内逼近,从而简化了改进阶段。
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引用次数: 1
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Proceedings of the 21st International Conference on Hybrid Systems: Computation and Control (part of CPS Week)
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